Open Access. Powered by Scholars. Published by Universities.®
- Keyword
-
- Finite groups (4)
- Group theory (4)
- Homomorphisms (Mathematics) (3)
- Products of subgroups (3)
- Representations of groups (3)
-
- Symmetry (Mathematics) (3)
- Symmetry groups (3)
- Combinatorial enumeration problems (2)
- Symmetric domains (2)
- Algebra (1)
- Algebraic topology (1)
- Algorithms (1)
- Analytic spaces (1)
- Automorphisms (1)
- Burnside problem (1)
- Combinatorial analysis (1)
- Combinatorial optimization (1)
- Decision making Mathematical models (1)
- Functional analysis (1)
- Game theory (1)
- Games Mathematics (1)
- Graph theory (1)
- Hilbert space (1)
- Internet Mathematical models (1)
- Janko groups (1)
- Mathematical analysis (1)
- Mathematics Graphic methods (1)
- Measure theory (1)
- Polynomials (1)
- Problem solving Mathematical models (1)
Articles 1 - 6 of 6
Full-Text Articles in Entire DC Network
Homomorphic Images Of Progenitors Of Order Three, Mark Gutierrez
Homomorphic Images Of Progenitors Of Order Three, Mark Gutierrez
Theses Digitization Project
The main purpose of this thesis is to construct finite groups as homomorphic images of infinite semi-direct products, 2*n : N, 3*n : N, and 3*n :m N, where 2*n and 3*n are free products of n copies of the cyclic group C₂ extended by N, a group of permutations on n letters.
The Riesz Representation Theorem For Linear Functionals, Thomas Daniel Schellhous
The Riesz Representation Theorem For Linear Functionals, Thomas Daniel Schellhous
Theses Digitization Project
This study will investigate the Riesz representation theorem for linear functionals in relation to locally compact Hausdorff spaces. Two other theorems that are commonly called "Riesz representation theorem" are the theorem for finite-dimensional inner product spaces and the theorem for Hilbert spaces [BN00], and studying these interesting topics helps us to not only gain a better understanding of how linear functionals interact with vector spaces over which they are defined, but also to see faint threads that hint at a deep connection between the various fields of modern mathematics.
Symmetric Generators Of Order 3, Stewart Contreras
Symmetric Generators Of Order 3, Stewart Contreras
Theses Digitization Project
The main purpose of this project is to construct finite homomorphic images of infinite semi-direct products.
Symmetric Generation, Dung Hoang Tri
Symmetric Generation, Dung Hoang Tri
Theses Digitization Project
In this thesis we construct finite homorphic images of infinite semi-direct products, 2*n : N, where 2*n is a free product of n copies the cyclic group of permutations on n letter.
An Investigation Of Kurosh's Theorem, Keith Anthony Earl
An Investigation Of Kurosh's Theorem, Keith Anthony Earl
Theses Digitization Project
The purpose of this project will be an exposition of the Kurosh Theorem and the necessary and suffcient condition that A must be algebraic and satisfy a P.I. to be locally finite.
Snort: A Combinatorial Game, Keiko Kakihara
Snort: A Combinatorial Game, Keiko Kakihara
Theses Digitization Project
This paper focuses on the game Snort, which is a combinatorial game on graphs. This paper will explore the characteristics of opposability through examples. More fully, we obtain some neccessary conditions for a graph to be opposable. Since an opposable graph guarantees a second player win, we examine graphs that result in a first player win.